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David Lewis offered a list of criteria that should condense the distinction between intrinsic and extrinsic properties (numbers and italics added): [1]. A sentence or statement or proposition that ascribes intrinsic properties to something is entirely about that thing; whereas an ascription of extrinsic properties to something is not entirely about that thing, though it may well be about some ...
In moral philosophy, instrumental and intrinsic value are the distinction between what is a means to an end and what is as an end in itself. [1] Things are deemed to have instrumental value (or extrinsic value [2]) if they help one achieve a particular end; intrinsic values, by contrast, are understood to be desirable in and of themselves.
In ethics, intrinsic value is a property of anything that is valuable on its own. Intrinsic value is in contrast to instrumental value (also known as extrinsic value), which is a property of anything that derives its value from a relation to another intrinsically valuable thing. [1]
The overjustification effect has been widely demonstrated in many settings. In one of the earliest demonstrations of this effect, Edward Deci and his colleagues conducted a laboratory experiment in 1971 where subjects showing baseline interest in solving a puzzle were exposed to two different conditions.
An extrinsic semiconductor is one that has been doped; during manufacture of the semiconductor crystal a trace element or chemical called a doping agent has been incorporated chemically into the crystal, for the purpose of giving it different electrical properties than the pure semiconductor crystal, which is called an intrinsic semiconductor.
Extrinsically motivated behaviours can be integrated into self. OIT proposes that internalization is more likely to occur when there is a sense of relatedness. Ryan, Stiller and Lynch [50] found that children internalize school's extrinsic regulations when they feel secure and cared for by parents and teachers.
The Veronese manifold is extrinsically symmetric, meaning that reflection in any of its normal spaces maps the manifold onto itself. Variations and generalizations
The mean curvature is an extrinsic invariant. In intrinsic geometry, a cylinder is developable, meaning that every piece of it is intrinsically indistinguishable from a piece of a plane since its Gauss curvature vanishes identically. Its mean curvature is not zero, though; hence extrinsically it is different from a plane.